uclidian dimensions, d, of the space in which the orbits are embedded. After Hausdorffs “convergence of external and internal measures” (Hurewicz and Wallman, 1948), the (capacity) fractal dimension Do is also defined as being larger than its topological dimension and smaller than its Euclidian embedding

ADOR SOUTH DEV CORP LERNER MD,BARRY WALDMAN,PATRICIA RODMAN,RICHARD SULLIVAN,ST